at cycle and sport, customers can rent bikes, electric scooters, kayaks, canoes, or paddleboards by the hour. ari is renting a bike and meg is renting an electric scooter.
ari rents a bike for 4 hours and meg rents the scooter for 3 hours what is the total cost of the rentals?
the total cost of the bike and scooter rentals is __
fill in the blank
11 answers
The total cost of the bike and scooter rentals is $58.
at cycle and sport, customers can rent bikes, electric scooters, kayaks, canoes, or paddleboards by the hour. mr thompson is renting a kayak and a paddleboard for his family. he has a coupon for 10 off
which expression represents the total cost for mr thompson to rent a kayak for k hours and a paddleboard for p hours
18k + 22p + 10
18k + 22p - 10
k(18 + 22) - 10
18 + 22 - 10
which expression represents the total cost for mr thompson to rent a kayak for k hours and a paddleboard for p hours
18k + 22p + 10
18k + 22p - 10
k(18 + 22) - 10
18 + 22 - 10
The expression that represents the total cost for Mr. Thompson to rent a kayak for k hours and a paddleboard for p hours after the $10 coupon is applied is:
18k + 22p - 10
18k + 22p - 10
mr thompson rents the kayak for 2 hours and he rents the paddleboard for 3 hours. what is the total cost of the rental?
the total cost of the kayak and paddleboard rental is __
fill in the blank
the total cost of the kayak and paddleboard rental is __
fill in the blank
The total cost for Mr. Thompson to rent a kayak for 2 hours and a paddleboard for 3 hours is calculated using the expression 18k + 22p - 10 with k = 2 (hours for kayak) and p = 3 (hours for paddleboard):
Total cost = 18(2) + 22(3) - 10
Total cost = 36 + 66 - 10
Total cost = 92 - 10
Total cost = $82
Therefore, the total cost of the kayak and paddleboard rental for Mr. Thompson is $82.
Total cost = 18(2) + 22(3) - 10
Total cost = 36 + 66 - 10
Total cost = 92 - 10
Total cost = $82
Therefore, the total cost of the kayak and paddleboard rental for Mr. Thompson is $82.
emily is thinking of a number, which she calls n. she finds 1/4 of the number and then subtracts 3..
write an expression to represent emilys number
write an expression to represent emilys number
The expression to represent Emily's number is:
n/4 - 3
n/4 - 3
use the characters to write an expression: +-x/() 1/4n3
(1/4)n - 3
max is thinking of a number, which he calls n, he adds 8 and then doubles the sum.
write an expression to represent maxs number.
write an expression to represent maxs number.
The expression to represent Max's number is:
2(n + 8)
2(n + 8)
3 answers